| | Public-key cryptography - Wikipedia, the free encyclopedia |
 | | Public key cryptography is a form of cryptography which generally allows users to communicate securely without having prior access to a shared secret key, by using a pair of cryptographic keys, designated as public key and private key, which are related mathematically. |
 | | This method of exponential key exchange, which came to be known as Diffie-Hellman key exchange, was the first published practical method for establishing a shared secret key over an unprotected communications channel without using a prior shared secret. |
 | | Whatever the cryptographic assurance of the protocols themselves, the association between a public key and its owner is ultimately a matter of subjective judgement on the part of the trusted third party, since the key is a mathematical entity whilst the owner and the connection between owner and key is not. |
| en.wikipedia.org /wiki/Public_key (2981 words) |